Mathematics rally: introduction to algebra
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Abstract
Difficulties in mathematics are a significant cause of poor academic performance and high dropout rates in both secondary and higher education. This is often attributed to the abstract and disconnected way in which mathematical concepts are traditionally taught. To address this issue, this study proposes an innovative teaching strategy for introducing algebra through a collection of mathematical challenges aimed at beginner students. These challenges, including riddles, crossword puzzles, and adapted traditional board games, are designed to foster student interest, enhance logical thinking, and facilitate the teaching-learning process. The activities encourage students to actively construct their knowledge through hands-on, playful experiences. After administering the rally to 70 students, statistically significant differences were found between the pretest and posttest, leading to the conclusion that this rally can be an appropriate tool for promoting mathematical reasoning, hierarchy of operations, fractions, and algebraic equations.
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Bernheim, C. T. (2011). El constructivismo y el aprendizaje de los estudiantes. Universidades, 48, 21-32. https://biblat.unam.mx/hevila/UniversidadesMexicoDF/2011/no48/3.pdf
Berns, R. & Erickson, P. (2001). Contextual Teaching and Learning: Preparing Students for the New Economy. The Highlight Zone: Research@ Work, 5, 2-9. https://files.eric.ed.gov/fulltext/ED452376.pdf
Farias, D. & Pérez, J. (2010). Motivación en la Enseñanza de las Matemáticas y la Administración. Formación universitaria, 3(6), 33-40. https://dx.doi.org/10.4067/S0718-50062010000600005
Fernández, S. B., León, C. M. Á., & García, P. A. C. (2017). El uso de acertijos matemáticos como recurso motivacional en la educación superior. Revista Conrado, 13(57), 178-184. https://conrado.ucf.edu.cu/index.php/conrado/article/view/457
Gallistel, C. R., Gelman, R., & Cordes, S. (2006). The Cultural and Evolutionary History of the Real Numbers. En Levinson, S. C. & Pierre, J. (Eds.), Evolution and culture: A Fyssen Foundation symposium (pp. 247–274). MIT Press. https://ruccs.rutgers.edu/images/personal-rochelgelman/publications/Evol_&_Cult_Hist_of_Reals.pdf
Guzmán, M. T. V., Ramírez, M. C., Rosas, P. T. G., & Navarro, M. M. (2012) Trayectoria escolar de estudiantes bajo el enfoque de competencias. Pistas Educativas, 1405-1249.
Derbyshire, J. (2006). Unknown Quantity: A Real and Imaginary History of Algebra. Joseph Henry Press. https://doi.org/10.17226/11540.
Michalewicz, Z. Falkner, N., & Sooriamurthi, R. (2011). Puzzle-based learning: An introduction to critical thinking and problem solving. Decision line, 42(5), 6-9. https://www.andrew.cmu.edu/user/sraja/papers/2011-decsionline-oct-paper.pdf
Mestre, J. P. (1988). The role of language comprehension in mathematics and problem solving. En Cocking R.R. & Mestre J. P. (Eds) Linguistic and cultural influences on learning mathematics (pp. 201-220). Hillsdale,NJ Erlbaum. https://psycnet.apa.org/record/1988-97023-011
Murillo-García, O. L., & Luna-Serrano, E. (2021). El contexto académico de estudiantes universitarios en condición de rezago por reprobación. Revista iberoamericana de educación superior, 12(33), 58-75. https://www.scielo.org.mx/scielo.php?script=sci_arttext&pid=S2007-28722021000100058
Pawley, D., Ayres, P., Cooper, M., & Sweller, J. (2005). Translating Words Into Equations: A cognitive load theory approach. Educational Psychology, 25(1), 75–97. https://doi.org/10.1080/0144341042000294903
Pérez, S. L. G. (2010). El papel de la tutoría en la formación integral del universitario. Tiempo de educar, 11(21), 31-56. https://www.redalyc.org/articulo.oa?id=31116163003
Slisko, J. (2020). Tres acertijos sobre ventas enigmáticas: Posibles desafíos matemáticos para los estudiantes talentosos. Números. Revista de Didáctica de las Matemáticas, 105, 201-215. https://funes.uniandes.edu.co/wp-content/uploads/tainacan-items/32454/1183006/Slisko2020Tres.pdf
Valdivia, E. M., Ruíz, B. V., Cárdenas, C. M., & Ortiz, C. P. (2019). Diseño de un programa de tutoría integral para alumnos de ingeniería. Revista electónica ANFEI digital, (11), 1-10. https://www.google.com/url?sa=t&source=web&rct=j&opi=89978449&url=https://anfei.mx/revista/index.php/revista/article/view/565/1205&ved=2ahUKEwjGiJPyhZiNAxUM78kDHebUDWcQFnoECBwQAQ&usg=AOvVaw2K0xnaL5fZLSab3ysAl5oS